Amber's rectangular patio is 30 feet
1 answer:
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The lateral area of a cone is the surface area (aka area of the sides of the object) minus the area of the base of the cone.
The equation for the lateral area of a cone is:
where r = radius and l = slant height.
Since you know that the lateral area =
and the radius, r = 50 cm, you can plug those values into the equation for the lateral area and solve for l, the slant height:
The slant height of the cone is A) 10cm.
The equation for the lateral area of a cone is:
where r = radius and l = slant height.
Since you know that the lateral area =
The slant height of the cone is A) 10cm.
The first thing you should do is use the method of variable separation. Then, integrate both sides to find the solution.
In this case the answer is
<span>D. - 1/y = 3x4/3 + C</span>
I attach the solution
In this case the answer is
<span>D. - 1/y = 3x4/3 + C</span>
I attach the solution